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<Worksheet><Version major="6" minor="0"/><View-Properties><Zoom percentage="100"/></View-Properties><Styles><Layout alignment="left" bullet="none" firstindent="0.0" leftmargin="0.0" linebreak="space" name="Normal" rightmargin="0.0" spaceabove="0.0" spacebelow="0.0"/><Layout alignment="centred" bullet="none" name="Maple Plot"/><Layout alignment="centred" bullet="none" linespacing="0.5" name="Maple Output"/><Font background="[0,0,0]" bold="false" executable="false" family="Times New Roman" foreground="[0,0,0]" italic="false" name="Text" opaque="false" size="12" underline="false"/><Font background="[0,0,0]" family="Times New Roman" foreground="[0,0,255]" name="2D Output" opaque="false" readonly="true" size="12"/><Font background="[0,0,0]" bold="true" executable="true" family="Monospaced" foreground="[255,0,0]" name="Maple Input" opaque="false" size="12"/></Styles><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"/></Input></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">In this Maple worksheet, we will consider evolutes.  Since we will be plotting, we need...</Font></Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(plots);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>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</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Consider the curve parametrized by x1=t and y1=t^2.  This is the parabola y=x^2.  The equation of the normal lines is given by F1=(x-t)*(1)+(y-t^2)*(2t)=x-t+2yt-2t^3.  Its envelope is given by R1=Resultant(F,diff(F,t)), which is R1=-216x^2-16+96y-192y^2+128y^3.

To determine the envelope and obtain the plot of the result using Maple, we can use the following code.  First, we declare the parametrization in t of x1 and y1.</Font></Text-field><Text-field layout="Normal" style="Text"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">x1:=t;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSN4MUc2IkkidEdGJQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">y1:=t^2;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSN5MUc2IiokSSJ0R0YlIiIj</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">We obtain the equation of the normal lines as follows, as well as calculating the resultant and plotting the result:</Font></Text-field><Text-field layout="Normal" style="Text"/><Text-field layout="Normal" prompt="&gt; " style="Maple Input">F1:=simplify((x-x1)*diff(x1,t)+(y-y1)*diff(y1,t));</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNGMUc2IiwqSSJ4R0YlIiIiSSJ0R0YlISIiKiZGKUYoSSJ5R0YlRigiIiMqJEYpIiIkISIj</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">r1:=resultant(F2, diff(F2,t),t);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNyMUc2IiwsKiRJInhHRiUiIiMhJDsjISM7IiIiSSJ5R0YlIiMnKiokRi1GKSEkIz4qJEYtIiIkIiRHIg==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display({implicitplot(r1, x=-5...5, y=-5...5, scaling=constrained, numpoints=70000), implicitplot(y-x^2, x=-5...5, y=-5...5, scaling=constrained, numpoints=70000, color=blue)});</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" type="two-dimensional" 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layout="Normal" style="Text"><Font size="14">In this example, let's consider the ellipse defined by the equation f=x^2+4y^2-4.  First, we need to parametrize this ellipse.  To this end, we will let t be the slope of the line connecting the point (x,y) on the ellipse to the point (-2,0).  The equation of this line is then g=y-t(x+2).       
</Font>
</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">f:=x^2+4*y^2-4;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJmRzYiLCgqJEkieEdGJSIiIyIiIiokSSJ5R0YlRikiIiUhIiVGKg==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">g:=y-t*(x+2);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJnRzYiLCZJInlHRiUiIiIqJkkidEdGJUYoLCZJInhHRiVGKCIiI0YoRighIiI=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Now we will use f and g to write x and y in terms of t.  To obtain an equation for y, we will need to first eliminate x from f and g.  To do this, we will use the resultant.  Let h1=resultant(f,g,x)=4t^2y^2+y^2-4yt.  Note that by Theorem 1, if we solve h1=0 for y, we will obtain an equation for each y-coordinate on the ellipse in terms of t.</Font></Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">h1:=resultant(f,g,x);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNoMUc2IiwoKiZJInRHRiUiIiNJInlHRiVGKSIiJSokRipGKSIiIiomRihGLUYqRi0hIiU=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Solving, we get y=(4t)/(4t^2+1).  We will define y2 to have this value so as to not duplicate variables.</Font></Text-field><Text-field layout="Normal" style="Text"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">solve(h1,y);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiQiIiEsJComSSJ0RzYiIiIiLCYqJEYmIiIjIiIlRihGKCEiIkYs</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">y2:=4*t/(1+4*t^2);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSN5Mkc2IiwkKiZJInRHRiUiIiIsJiokRigiIiMiIiVGKUYpISIiRi0=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Similarly, to obtain an equation for x, let h2=resultant(f,g,y)=x^2-4+4t^2x^2+16t^2x+16t^2.  Solving h2 for x, we obtain x=(-2(4t^2-1))/(4t^2+1), which we will define as x2.</Font></Text-field><Text-field layout="Normal" style="Text"><Font size="14"> </Font></Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">h2:=resultant(f,g,y);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNoMkc2IiwsKiRJInhHRiUiIiMiIiIhIiVGKiomSSJ0R0YlRilGKEYpIiIlKiZGLUYpRihGKiIjOyokRi1GKUYw</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">solve(h2,x);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiQhIiMsJComLCYqJEkidEc2IiIiIyIiJSEiIiIiIkYtLCZGJ0YrRi1GLUYsRiM=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">x2:=-2*(4*t^2-1)/(1+4*t^2);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSN4Mkc2IiwkKiYsJiokSSJ0R0YlIiIjIiIlISIiIiIiRi4sJkYpRixGLkYuRi0hIiM=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Now we can obtain the equations for the family of normal lines using the following command and simplifying.  Note: We multiply F by (1+4t^2)^3 to simplify since it does not affect the zero solutions of F, and we will redefine this simplification of F as G.   </Font>
</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">F:=(x-x2)*diff(x2,t)+(y-y2)*diff(y2,t);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJGRzYiLCYqJiwmSSJ4R0YlIiIiKiYsJiokSSJ0R0YlIiIjIiIlISIiRipGKiwmRi1GMEYqRipGMUYvRiosJiomRi5GKkYyRjEhIzsqKEYsRipGMiEiI0YuRioiIztGKkYqKiYsJkkieUdGJUYqRjQhIiVGKiwmKiRGMkYxRjAqJkYuRi9GMkY3ISNLRipGKg==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">G:=simplify((1+4*t^2)^3*F);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJHRzYiLC4qJkkieEdGJSIiIkkidEdGJSIiJCEkRyIqJkYqRilGKEYpISNLKiRGKkYrISQjPkYqIiNbKiZGKiIiJUkieUdGJUYpISNrRjRGMw==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Then we take the resultant to calculate the envelope of the normals.</Font></Text-field><Text-field layout="Normal" style="Text"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">r:=resultant(G,diff(G,t),t);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJyRzYiLCQqJkkieUdGJSIiIiw2ISRIKEYpKiRJInhHRiUiIiMiJHMqKiRGKCIiJSEjRiokRigiIidGKSokRihGLiIkViMqJkYoRi5GLUYuIiRjKComRihGLkYtRjEiI1sqJkYoRjFGLUYuIiM3KiRGLUY0IiNrKiRGLUYxISRLJUYpIi1XcCF6KFtG</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font size="14">Finally, we graph the result.</Font></Text-field><Text-field layout="Normal" style="Text"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display({implicitplot(r, x=-3...3, y=-3...3, scaling=constrained, numpoints=70000), implicitplot(x^2+4*y^2-4, x=-3...3, y=-3...3, scaling=constrained, numpoints=70000, color=blue)});</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" 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